Ответ:
г)x
2) х ∈ ( - 1,
)
Объяснение :
г)0,8х*х - 0,8 х * 2
0,8
-0,8х * 2
0,8
- 1,6х
0,8
- 1,6 x - 0,8
+ 0,4

-1,6х+0,4х 
-1,2 х 
2)
\frac{2x-7}{5} } \atop {2x<3+\frac{4x}{5} }} \right." alt="\left \{ {3x+1,2 > \frac{2x-7}{5} } \atop {2x<3+\frac{4x}{5} }} \right." align="absmiddle" class="latex-formula">
1} \atop {2x<3+\frac{4x}{5} }}" alt="\left \{ {{x>1} \atop {2x<3+\frac{4x}{5} }}" align="absmiddle" class="latex-formula">
-1} \atop {x<\frac{5}{2 } \right." alt="\left \{ {{x>-1} \atop {x<\frac{5}{2 } \right." align="absmiddle" class="latex-formula">